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Full time, 3 years fixed term, located on the Camperdown Campus at the School of Mathematics and Statistics Join a world-class interdisciplinary team using AI, spatial omics and digital pathology
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Full time, 3 years fixed term, located on the Camperdown Campus at the School of Mathematics and Statistics Work with leading researchers in statistics and bioinformatics to develop innovative
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Position Description The Department of Physics at the Faculty of Mathematics and Physics, University of Ljubljana, invites applications for a postdoctoral position in the Nonequilibrium Statistical
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, Applied Mathematics, Computer Science, Data Science, Mechanical Engineering, Physics, or a closely related quantitative field, completed by the start of the appointment. Strong theoretical and practical
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of Dr. Dana Pasquale within a highly collaborative environment that includes expertise in infectious disease epidemiology, network science, computational immunology, mathematical modeling, and HIV
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, amplituhedra, Landau analysis, Feynman integrals, and related aspects of algebraic combinatorics and geometry in fundamental physics and cosmology. Candidates from pure or applied mathematics, theoretical
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, condensed-matter physics, neutron scattering, applied mathematics, and scientific computing. This position resides within the Quantum Sensing and Computing Group in the Computational Sciences and Engineering
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Education & Experience: A Ph.D. in Physical Oceanography, Ocean Engineering, Ocean or Atmospheric Sciences, Physics, Applied Physics, Earth Science, Applied Mathematics, or a closely related field is required
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The Department of Geoscience, Aarhus University, Denmark, invites applications for a position at postdoctoral level in the GreenFjords project, funded by the Independent Research Fund Denmark (DFF). GreenFjords takes an interdisciplinary approach to study the long-term environmental and climatic...
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for malaria and other neglected tropical diseases. This will be done by developing mathematical and statistical models, to describe the time course of drug concentrations and effect. You will work closely with